Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_112123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 27, 2013 |
Start Time | | 2013/06/27 00:00 |
End Time | | 2013/06/28 00:00 |
Key Words | | Shock |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 102.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_112123_1 |
Minimum Dst Value | | -18 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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